An engineer wants to design a lightweight strong tie-rod as shown in figure 1. Consider a design that calls for a cylindrical tie-rod of given length L that must carry a tensile force F as in Figure 1, I must not yield, but remain elastic. Where A is the area of the cross-section, ay is the yield strength and p is the density of the material of which it is made. Section area A must be sufficient to carry the tensile load F without yielding Section area A Force F Deflection & Figure E Light strong tie-roat Note: You can prefer the attached document for the property charts. Consider the mass equation and tensile load equation for a tie rod. There are two constraints. Fracture Toughness , >15 Mass of the Rod- - Alp As A must be sufficient to carry the tensile load F without yieldings, 2.1 Apply the first step of the material selection process and derive design requirements under 2.2 Derive the material index for the selection referring to the attached formulas 2.3 Name the two appropriate material property charts. 2.4 If the ay = 1, mark the property charts accordingly, and complete the 2 and 3 selecting stages of Material selecting criteria. Mention your conclusion over each property chart.

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Task 3
An engineer wants to design a lightweight strong tie-rod as shown in figure 1. Consider a design that
calls for a cylindrical tie-rod of given length L that must carry a tensile force F as in Figure 1, it must
not yield, but remain elastic. Where A is the area of the cross-section, ay is the yield strength and p
is the density of the material of which it is made. Section area A must be sufficient to carry the tensile
load F without yielding.
Section area A
Force F
Deflection 8
Lo-
Figure 1: Light strong tie-rad
Note: You can prefer the attached document for the property charts.
Consider the mass equation and tensile load equation for a tie rod.
There are two constraints.
Fracture Toughness K₁ > 15MP¹/2
Mass of the Rod-m= Alp
As A must be sufficient to carry the tensile load F without yielding -
2.1 Apply the first step of the material selection process and derive design requirements under
translation.
2.2 Derive the material index for the selection referring to the attached formulas.
2.3 Name the two appropriate material property charts.
2.4 If the ay = 1, mark the property charts accordingly, and complete the 2nd and 3rd selecting stages
of Material selecting criteria. Mention your conclusion over each property chart.
2.5 List down your final short-listed materials and mention your suggestion for the best material out
of the selected materials. (Refer supportive data)
Transcribed Image Text:Task 3 An engineer wants to design a lightweight strong tie-rod as shown in figure 1. Consider a design that calls for a cylindrical tie-rod of given length L that must carry a tensile force F as in Figure 1, it must not yield, but remain elastic. Where A is the area of the cross-section, ay is the yield strength and p is the density of the material of which it is made. Section area A must be sufficient to carry the tensile load F without yielding. Section area A Force F Deflection 8 Lo- Figure 1: Light strong tie-rad Note: You can prefer the attached document for the property charts. Consider the mass equation and tensile load equation for a tie rod. There are two constraints. Fracture Toughness K₁ > 15MP¹/2 Mass of the Rod-m= Alp As A must be sufficient to carry the tensile load F without yielding - 2.1 Apply the first step of the material selection process and derive design requirements under translation. 2.2 Derive the material index for the selection referring to the attached formulas. 2.3 Name the two appropriate material property charts. 2.4 If the ay = 1, mark the property charts accordingly, and complete the 2nd and 3rd selecting stages of Material selecting criteria. Mention your conclusion over each property chart. 2.5 List down your final short-listed materials and mention your suggestion for the best material out of the selected materials. (Refer supportive data)
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